- #1

s_hy

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i am new with fortran 90. i have here codes for 2d fdtd polar coordinates. but i have problem handling with increment in dimension in real number (as higlighted below). I have googled how to write the increment in do loops, but do loops only applicable for integer. can anyone help me how to solve this.

thank you

Code:

```
!2d polar coordinates
!reference: Numerical electromagnetic: fdtd method (Umran S Inan, R Marshall)
subroutine test3
implicit none
double precision :: f0,miu0,eps0
double precision :: delta, dt,dr,dp
double precision :: vp,lam0,rph,rmh !lam0 = lambda
integer :: pp
integer :: rr,m,n
integer :: t
integer :: i,j
double precision,dimension(202,202) :: x,y
double precision,dimension(202,202) :: Ez,Hp,Hr !Ez,Hy,Hx
double precision :: Ein
double precision, parameter :: pi = 3.14159265
double precision :: r
double precision :: p
character(len=20) :: filename
f0 = 30.e9
miu0 = 4.0*pi*1.0e-7
eps0 = 8.854e-12
vp = 1/sqrt(eps0*miu0)
lam0 = vp/f0
dr = 0.05*lam0
dt = dr/vp
! space grid 201x201
rr = 201
[COLOR="Blue"] r = ,dr*(rr-1),dr[/COLOR]
!define deltaphi so that there are 200 points in 2pi rad
dp = 2*pi/200 !in rad
[COLOR="Blue"] p = 1,2*pi-dp,dp[/COLOR]
pp = size(p)
!initialize Ez,Hp,Hr to zero at t=0
do m = rr,pp
do n = rr,pp
Hp(m,n) = 0
Hr(m,n) = 0
Ez(m,n) = 0
end do
end do
! coodinate transformation
do m = rr,pp
do n = rr,pp
x(m,n) = 0.0
y(m,n) = 0.0
end do
end do
do m = 1,rr
do n = 1,pp
x(m,n) = r(m)*cos(p(n))
y(m,n) = r(m)*sin(p(n))
end do
end do
!timesteps
do t = 1,200
write (filename, "('data',I3.3,'.dat')") n
open (unit=130,file=filename)
!initiate sinusoidal wavepulse at center
! Ein = 0.0
! Ein(t) = sin(2*pi*f0*t*dt)
Ez(1,1) = sin(2*pi*f0*t*dt)
!print *, 'Ein(t)=',Ein(t)
!update magnetic field equation for Hr
do m = 2,rr
do n = 1,pp-1
Hr(m,n) = Hr(m,n) - ((dt/miu0/r(m)/dp)*(Ez(m,n+1) - Ez(m,n)))
!print *,'i=',i,'j=',j,'Hr(i,j)=',Hr(i,j)
end do
end do
! correction for 2pi continuity
do m = 2,rr
Hr(m,pp) = Hr(m,pp) - ((dt/miu0/r(m)/dp)*(Ez(m,1) - Ez(m,pp)))
end do
!update magnetic field for Hp
do m = 1,rr-1
do n = 1,pp
Hp(m,n) = Hp(m,n) + ((dt/miu0/dr)*(Ez(m+1,n) - Ez(m,n)))
!print *,'m=',m,'n=',n,'Hp(m,n)=',Hp(m,n)
end do
end do
!fix end point where phi = 2pi
do m = 2,rr
Ez(m,1) = Ez(m,1)+(dt/eps0/r(m)/dr)*(rph*Hp(m,1)-rmh*Hp(m-1,1))&
-((dt/eps0/r(m)/dp)*(Hr(m,1)-Hr(m,pp)))
end do
!update electric field equation
do m = 2,rr
do n = 2,pp
rph = r(m)+dr/2
rmh = r(m)-dr/2
Ez(m,n) = Ez(m,n)+(dt/eps0/r(m)/dr)*(rph*Hp(m,n)-rmh*Hp(m-1,n))&
-(dt/eps0/r(m)/dp*(Hr(m,n)-Hr(m,n-1)))
! write (130,*) m,n,Ez(m,n)
! if (m == 200) write (130,*) ' '
end do
end do
close (unit=130)
end do !n
end SUBROUTINE test3
```